lighttools背光源设计实例

IntroductionBacklights are used for compact, portable, electronic devices with flat panel Liquid Crystal Displays (LCDs) that require illumination from behind. Applications include devices as small as hand-held palm pilots and as large as big-screen TVs. Goals for backlight design include low power consumption, large area with small thickness, high brightness, uniform luminance, and controlled viewing angle, either wide or narrow. To achieve these challenging design goals with a cost effective and timely solution, it is necessary to use computer-aided optical design tools to expedite the design. This paper describes fea-tures in ORA’s LightTools® illumi-nation design and analysis software that enable the development of state-of-the-art backlight designs. Optical Design and Analysis Tools for BacklightsIllumination or lighting systems take light from one or more sources and transform it in some way to produce a desired light distribution over an area or solid angle. Illumination design software must be able to model the geometric and optical properties of different types of light sources and transforming elements, and it must also be able to evaluate the paths of light using optical ray tracing through the model to calcu-late the final light distribution.The light distributions are calculatedusing Monte Carlo simulations tocalculate illuminance, luminance, orluminous intensity over the desiredareas and/or angles. Rays are startedfrom random locations and direc-tions from the source(s), tracedthrough the optical system, and col-lected on receivers. Illuminance canbe calculated for rays collected onsurface receivers and intensity forrays collected on far field receivers.By defining a luminance meter forsurface receivers, the spatial orangular variation of luminance canbe calculated from that surface.In some cases, it may be importantto analyze the chromaticity of a dis-play. The spectral energy distribu-tion of the sources (such as LEDs)can be specified. The output of CIEcoordinates, together with corre-lated color temperature (CCT),quantifies the colorimetric behaviorof the display. An RGB photorealis-tic rendering of the display outputcan also be generated. All of theseanalyses are available in LightTools.Aspects of backlight displays makeparticular demands on illuminationanalysis software. As will be dis-cussed, the means by which light isextracted from a backlight relies oneither dense patterns of paint dots orpatterned microstructures. Model-ing microstructure arrays in particu-lar can result in extremely largemodel sizes if created explicitly as aCAD model. LightTools providesthe capability to define arrays of 3Dtextures that ray trace and renderaccurately but are not explicitly con-structed as part of the geometricmodel, thereby resulting in muchsmaller model sizes and much fasterray tracing.A second aspect of backlight analy-sis involves ray splitting and scatter-ing from the surfaces of the lightguide. Because Monte Carlo simu-lations are used to analyze the illu-mination performance, a potentiallylarge number of rays must be tracedto get sufficient accuracy for com-parison of designs. It is most effec-tive to trace rays that carry most ofthe flux. This can be achieved byusing probabilistic ray splitting totrace the paths with the most flux,and allowing use of aim areas orsolid angles for scattering surfaces todirect scattered light in “important”directions (i.e., toward the displayobserver).What is a Backlight?A typical backlight consists of alight source, such as a Cold CathodeFluorescent (CCFL) or Light Emit-ting Diodes (LEDs), and a rectangu-lar light guide, which is also referredto as a light pipe. Other elementsthan can be used include a diffuser,which enhances display uniformity,and a brightness enhancement film(BEF), which enhances displaybrightness.The light source is usually located atone edge of the light guide to mini-mize the thickness of the display.Edge lighting typically uses totalinternal reflection (TIR) to propa-gate light along the length of the dis-Optical Design Toolsfor Backlight Displaysplay. Figure 1 shows a schematic ofa typical backlight design.The backlight designer has severaloptions for modeling light sources inLightTools. CCFL sources of differ-ent shapes (e.g., straight, L-shaped,U-shaped, or W-shaped, shown inFigure2) can be rapidly definedusing the Fluorescent Lamp CreationUtility. Reflectors for the lamp canbe defined using a variety of Light-Tools geometric primitives, such ascylinders, elliptical troughs, andextruded polygons; reflectorsdefined in CAD systems may also beimported via standard data exchangeformats (IGES, STEP, SAT andCATIA).If LEDs are used, the designer canchoose the desired LED model frompre-stored catalogs of models fromAgilent,LumiLeds, Nichia, orOsram.Once the light is directed into theside of the light guide, the problembecomes extracting the light out ofthe light guide perpendicular to thedirection of propagation.As shown in Figure 3, the availablepower is highest at the source end ofthe light guide and falls off withincreasing distance from the source.To obtain uniform output, the extrac-tion efficiency must increase withdistance from the light source.Developing a light guide that exhib-its the necessary variation in extrac-tion efficiency is one of the primarytasks in designing a backlight.Two extraction techniques can beused. The printed light extractiontechnique uses patterns of paint dotson the bottom of the light guide toscatter light upward and out of thetop of the light guide. The secondtechnique, molded light extraction,relies on TIR from microstructuresor textures patterned on the bottomsurface to redirect light out of the topof the light guide.LightTools supports the design oflight guides via the BacklightDesign Utility. This tool (Fig-ure 4) assists the user in creat-ing the different parts of abacklight. There are optionsfor adding source/reflectorcomponents to the model, BEFmodeling, and setting up areceiver for illumination analy-sis. The main focus of theBacklight Utility is multipletabs for setting up and modify-Figure 2. Fluorescent Lamp Building Blocks ReflectorDiffuser(BEF)Light SourceLight GuideFigure 1. Schematic of a Typical Backlighting extraction mechanisms of differ-ent types.For backlights using the printed light extraction method, the Backlight Utility provides options for linear variation in paint dot size and aspect ratio, as well as linear variation of dot spacing along the length of the light guide. This type of pattern variation will often give a good start-ing point for a uniform display, but is not sufficient to meet the final uni-formity requirements. Additional control of output uniformity can be obtained by allowing non-linear variation of extraction parameters.An approach that gives very flexible control with a minimum of parame-ters is to define the variation of a parameter in terms of a quadraticBezier curve. The LightTools 2D Zone Utility is used to set up nonlin-ear patterns.Figure 5 shows an example using painted light extraction in which three parameters (paint dot width, height, and vertical spacing) are var-ied to create variable extraction behavior.The output uniformity is shown in Figure 6. The slice on the right shows that the average output lumi-nance is constant.The second extraction method,molded light extraction, uses the 3D texture capability in LightTools . The 3D texture feature is designed to ray trace repetitive structures very effi-ciently and store the information very compactly. Models created using explicit geometry can trace more than 30 times slower and have model files more than 100 times larger than equivalent models cre-ated using 3D textures. Three differ-ent basic shapes are available: spheres, prisms, and pyramids (Figure 7).The Backlight Utility provides a means for setting up linearly varying patterns of the microstructure types.2.521.510.50510152025Bezier with Control NetZone NumberFigure 5. Variable Light Extraction Using Quadratic Bezier CurvesFigure 4. LightTools Backlight Design UtilityThe 3D Texture Utility can be used to vary the texture parameters non-linearly using a quadratic Bezier curve. An example where a groove microstructure (modeled using the prism 3D texture) is used as an extraction mechanism is shown in Figure8.The resulting light guide and its per-formance is shown in Figure 9. Optical Calculations for BacklightsTwo of the most important optical quantities for backlight displays are display luminance and illuminance uniformity on the top of the light guide. Calculation of luminous intensity and various colorimetric quantities (CIE coordinates andCCTs) are important as well.LightTools has built-in support forthese calculations and a number offeatures to aid in understanding theresults of the Monte Carlo simula-tions used to generate the data.Monte Carlo simulations are thefoundations of the illumination cal-culations in LightTools. It is gener-ally understood that random numbergenerators are used to pick startingray positions, directions, and wave-lengths to sample the light distribu-tions on the receivers. Theconvergence of the simulations canbe dramatically affected by how the“random” numbers are chosen.Using low discrepancy (Sobol) num-ber sequences, which are not randomat all, can improve the reduction oferror from to 1/N, where Nis the number of rays at the receiver.A comparison of colorimetric resultsusing random number sequences(Figure 10) and Sobol numbersequences (Figure 11) is shown onpage 6. For this case, it would take128,000 rays using a random num-ber generator to equal the accuracyof a 16,000-ray Sobol sequence sim-ulation. It is important to recognizethe simulation convergence speedwhen comparing different software,since it is the speed with which youget to a certain accuracy level, notthe speed it takes to trace a certainnumber of rays, that is important.Receivers in LightTools collect raydata for illumination calculations.1N⁄Figure 7. Sphere, Prism and Pyramid 3D Textures-0.4-0.2-0.00.20.440302010-0.4-0.2-0.00.20.440302010XXY Y403020100.00.10.20.30.4Figure 6. Output Uniformity of Backlight Using Paint DotsThe ray data is collected on data meshes for analysis and display. The user can interactively control the dimensions or number of bins in the data meshes. For a given num-ber of rays on the receiver, meshes with a small number of bins will have low spatial or angular resolu-tion but high relative accuracy (low error), while meshes with a large number of bins will have better reso-lution but lower accuracy (greater error). An error estimate can be dis-played for each bin in a mesh to help the user decide if enough rays have been traced in the simulation to meet the resolution and accuracy neces-sary to assess the design(Cassarly,W.J., Fest, E.C., andJenkins,D.G., 2002). If more raysare needed, the user may interac-tively continue the simulation untilthe goals are met.An important aspect of backlightanalysis involves ray splitting andscattering from the surfaces of thelight guide. The nature of the lightguide is that a ray can bounce aroundthe inside of the light guide numer-ous times prior to becomingabsorbed or exiting the guide. If aray is split into a transmitted andreflected part for each surface inter-action, an extremely large number ofsplit rays result, most of which carrylittle energy, thereby slowing theanalysis. An example of this isshown in Figure 12, which showsthe many paths of a single startingray due to beam splitting.A simulation was run where 2000rays were started from the sourceand, due to ray splitting, 277,948rays were collected on the receiver(Figure 13). Because most of therays reaching the receiver had littleenergy, the error for the result was42%.If, instead, one traces the ray proba-bilistically, with the probability of a-0.4-0.2-0.00.20.440302010-0.4-0.2-0.00.20.440302010XXY Y403020100100200300400 Figure 9. Light Guide Performance with Groove MicrostructureBezier with Control NetZone Number0.350.30.250.20.150.10.05010203040XFigure 8. Definition of a Groove Microstructureray transmitting or reflecting deter-mined by the Fresnel loss coeffi-cients or scattering properties at the surface, the bulk of the ray tracing time will be spent following the flow of the energy in the system, thereby speeding analysis. The results of a simulation where 200,000 rays were started from the source are shown in Figure 14. In this case 118,969 rays reached the receiver with an error estimate of 6% for the calculation. The probabilistic ray trace mode reduced the error in the calculation by 7x and, at the same time, reduced the calculation time by 42%.Finally, diffusers are sometimes used above the top surface of the light guide to improve the angular unifor-mity of the display. Because diffus-ers spread rays over a wide angle, few rays would be scattered into the luminance meter aperture, and cal-culating the luminance normal to the display as measured by a typical luminance meter would require an extremely large number of rays. LightTools provides for aim areas or aim cones to be associated with scat-tering surfaces to allow the user to indicate where the scattered ray sam-ples should be directed. This is a form of importance sampling and is another method for improving the convergence of a Monte Carlo simulation.Figure 15 shows a luminance meter and a backlight with a diffuser with-out an aim cone. Two thousand rays were traced from the source, and the luminance meter collected 40 rays, as shown by the raster plot of spatial luminance.The value of importance sampling can be seen in Figure 16, whichshows the same case but with an aim cone added to the diffuser. The aim cone is matched to the acceptance angle of the luminance meter aper-ture. When a ray is incident on the diffuser, LightTools will generate the scattered ray (with the flux into the aim area determined appropriately based on the full angular distribution of the diffuser model) into the aim cone, so that the luminance meter collects all of the scattered rays, thereby improving the convergence of the simulation. In this case, of the 2000 rays started, 1416 rays (71%) were collected by the luminance meter.Figure 11. Colorimetric Calculations using Sobol SequenceSobol: 16,000 raysFigure 12. Light Guide Traced with Ray SplittingFigure 10. Colorimetric Calculations using Random NumberRandom: 16,000 raysAdditionalConsiderationsBacklights are widely used with Liq-uid Crystal Displays (LCDs), which are polarizing components. The capability to model polarizing com-ponents such as linear polarizers and quarter wave plates and evaluate their effects via polarization ray trac-ing can be critical to the success of an analysis. LightTools provides simple linear polarizer and retarder models, as well as specification of polarization components by their Jones or Mueller matrices. The polarization ray tracing feature,which the user can enable when needed, tracks the polarization state of the ray as it propagates using a Stokes vector.It is often necessary to treat compo-nents with optical coating with vari-ous transmission, reflectance, and polarization properties. Coatings are defined in LightTools in terms of their performance, which is often the only information available to the user. The average or the individual S or P values of reflectance and transmittance can be specified interms of any two of the following parameters: angle of incidence, wavelength, X position, or Y posi-tion. A utility to convert coating stack definitions into the LightTools performance coating format is also available.While most backlights use printed or molded extraction techniques, other approaches are possible. One is to use scattering from particles in the light guide itself. If the particle sizes and density are controlled appropri-ately, Mie scattering from the parti-cles can efficiently extract light from the light guide (Tagaya, et al., 2001:6274). LightTools can simu-late volume scattering according tothe Mie theory for spherical particlesFigure 15. Spatial Luminance for Diffuser without Aim ConeFigure 13. Results of Ray Splitting SimulationFigure 14. Results of Probabilistic Ray Trace3280 East Foothill Boulevard, Pasadena, California 91107Telephone: (626) 795-9101 FAX: (626) 795-0184E-mail: service@ Web site: or according to a user defined angu-lar distribution.Exporting completed optical designs to CAD systems is often a necessary step toward manufacturing the light guide. Support of standardexchange formats such as STEP, SAT, or IGES is needed to accom-plish this. In the case of molded extraction designs, this also requires that the 3D texture definitions of the molded features be translated into explicit geometry for the dataexport, because data exchange stan-dards support the transfer of explicit geometry only. LightTools supports the standard formats and can option-ally export files with 3D textures converted to explicit geometry so that the entire backlight is repre-sented in the exchange file.SummaryThe field of backlight design contin-ues to evolve rapidly in response to market demand for better perfor-mance and reduced costs. This evolution is supported by the devel-opment of illumination design soft-ware with features specifically intended to reduce the design cycle time for new backlight development. Key features in LightTools address-ing model creation and size, ray trace and simulation time, and calcu-lation of a wide range of optical parameters relevant to the design of backlights have been identified and demonstrated.Version 5.0 of LightTools , available in 2004, will add noise-tolerant illu-mination optimization to the features aimed at backlight designers. This will allow light extraction patterns, which maximize power and unifor-mity, to be determined automati-cally.ReferencesCassarly, W. J., E. C. Fest, D. G. Jen-kins, “Error estimation and smooth-ing of 2D illumination andchromaticity distributions,” SPIE Proc ., V ol. 4769, 2002.Tagaya, A., M. Nagai, Y . Koike, K. Yokoyama, “Thin Liquid-Crystal Display Backlight System with Highly Scattering Optical Transmis-sion Polymers,” Applied Optics-OT , Vol. 40, Dec. 2001.Figure 16. Spatial Luminance for Diffuser with Aim Cone。